Magnetoresistance effect element and Heusler alloy

ABSTRACT

Provided are magnetoresistance effect element and a Heusler alloy in which an amount of energy required to rotate magnetization can be reduced. The magnetoresistance effect element includes a first ferromagnetic layer, a second ferromagnetic layer, and a non-magnetic layer positioned between the first ferromagnetic layer and the second ferromagnetic layer, in which at least one of the first ferromagnetic layer and the second ferromagnetic layer is a Heusler alloy in which a portion of elements of an alloy represented by Co 2 Fe α Z β  is substituted with a substitution element, in which Z is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ga, Ge, and Sn, α and β satisfy 2.3≤α+β, α&lt;β, and 0.5&lt;α&lt;1.9, and the substitution element is an element different from the Z element and has a smaller magnetic moment than Co.

BACKGROUND OF THE INVENTION Field of the Invention

The present disclosure relates to a magnetoresistance effect element and a Heusler alloy.

Priority is claimed on Japanese Patent Application No. 2019-146359 filed in Japan on Aug. 8, 2019, the content of which is incorporated herein by reference.

Description of Related Art

A magnetoresistance effect element is an element whose resistance value changes in a lamination direction due to a magnetoresistance effect. A magnetoresistance effect element includes two ferromagnetic layers and a non-magnetic layer sandwiched therebetween. A magnetoresistance effect element in which a conductor is used for a non-magnetic layer is called a giant magnetoresistance (GMR) element, and a magnetoresistance effect element in which an insulating layer (a tunnel barrier layer, a barrier layer) is used for a non-magnetic layer is called a tunnel magnetoresistance (TMR) element. The magnetoresistance effect element can be applied in various applications such as magnetic sensors, high-frequency components, magnetic heads, and magnetic random access memories (MRAMs).

Non-Patent Document 1 describes an example in which a Co₂FeGa_(0.5)Ge_(0.5) alloy, which is a Heusler alloy, is used for a ferromagnetic layer of the GMR element. Heusler alloys have been studied as materials that have a high likelihood of achieving a spin polarization of 100% at room temperature.

NON-PATENT DOCUMENT

[Non-Patent Document 1] Appl. Phys. Lett. 108, 102408 (2016).

SUMMARY OF THE INVENTION

Storage elements using a magnetoresistance effect element (for example, an MRAM) store information by utilizing magnetization reversal of a ferromagnetic layer. High-frequency devices using a magnetoresistance effect element oscillate a high-frequency by utilizing precessional motion of magnetization of a ferromagnetic layer. Magnetic sensors read an external magnetic state by utilizing rotation of magnetization or oscillation of magnetization of a ferromagnetic layer. When a magnetization direction of a ferromagnetic layer is made to be easily changed (magnetization rotation or magnetization reversal becomes easy), an amount of energy required to drive the element decreases. A Heusler alloy has a smaller value of saturation magnetization compared to a CoFe alloy or the like, and a magnetization direction of the ferromagnetic layer changes easily. There is a demand for a magnetoresistance effect element and a Heusler alloy in which an amount of energy required to rotate magnetization can be further reduced.

The present disclosure has been made in view of the above circumstances, and an objective of the present disclosure is to provide a magnetoresistance effect element and a Heusler alloy in which an amount of energy required to rotate magnetization can be further reduced.

The inventors of the present disclosure have found that an amount of energy required to rotate magnetization of a ferromagnetic layer can be further reduced by substituting a portion of elements constituting a Heusler alloy with an element having a small magnetic moment. The present disclosure provides the following means in order to solve the above problems.

[1] A magnetoresistance effect element according to a first aspect includes a first ferromagnetic layer, a second ferromagnetic layer, and a non-magnetic layer positioned between the first ferromagnetic layer and the second ferromagnetic layer, in which at least one of the first ferromagnetic layer and the second ferromagnetic layer is a Heusler alloy in which a portion of elements of an alloy represented by Co₂Fe_(α)Z_(β) is substituted with a substitution element, in which Z is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ga, Ge, and Sn, α and β satisfy 2.3≤α+β, α<β, and 0.5<α<1.9, and the substitution element is an element different from the Z element and has a smaller magnetic moment than Co.

[2] In the magnetoresistance effect element according to the above-described aspect, the Heusler alloy may be represented by the following general expression (1). (Co_(1-a)X1_(a))₂(Fe_(1-b)Y1_(b))_(α)Z_(β) . . . . (1) In expression (1), X1 is the substitution element, Y1 is one or more second substitution elements selected from the group consisting of elements having a smaller magnetic moment than Fe, and a and b satisfy 0<a<0.5 and b≥0.

[3] In the magnetoresistance effect element according to the above-described aspect, the second substitution element may be one or more elements selected from the group consisting of elements having a melting point higher than that of Fe among elements of Groups 4 to 10.

[4] In the magnetoresistance effect element according to the above-described aspect, the Heusler alloy may be represented by the following general expression (2). (Co_(1-a)X1_(a))₂Fe_(α)Z_(β) . . . (2) In expression (2), X1 is the substitution element, and a satisfies 0<a<0.5.

[5] In the magnetoresistance effect element according to the above-described aspect, the substitution element may be one or more elements selected from the group consisting of Ni, Cu, Zn, Ru, Rh, Pd, Ag, Cd, Ir, Pt, and Au.

[6] In the magnetoresistance effect element according to the above-described aspect, the substitution element may be one or more elements selected from the group consisting of Cu, Ag, and Au.

[7] In the magnetoresistance effect element according to the above-described aspect, the Heusler alloy may be represented by the following general expression (3). (Co_(1-a)X1_(a))₂(Fe_(1-b)Y1_(b))_(α)(Ga_(1-c)Z1_(c))_(β) . . . (3) In expression (3), X1 is the substitution element, Y1 is one or more second substitution elements selected from the group consisting of elements having a smaller magnetic moment than Fe, Z1 is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ge, and Sn, and 0<a<0.5, b≥0, and 0.1≤β(1-c) are satisfied.

[8] In the magnetoresistance effect element according to the above-described aspect, c in general expression (3) may satisfy c>0.5.

[9] In the magnetoresistance effect element according to the above-described aspect, the Heusler alloy may be represented by the following general expression (4). (Co_(1-a)X1_(a))₂(Fe_(1-b)Y1_(b))_(α)(Ge_(1-d)Z2_(d))_(β) . . . (4) In expression (4), X1 is the substitution element, Y1 is one or more second substitution elements selected from the group consisting of elements having a smaller magnetic moment than Fe, Z2 is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ga, and Sn, and 0<a<0.5, b≥0, and 0.1≤β(1-d) are satisfied.

[10] In the magnetoresistance effect element according to the above-described aspect, d in general expression (4) may satisfy d<0.5.

[11] In the magnetoresistance effect element according to the above-described aspect, Z2 may be Ga.

[12] In the magnetoresistance effect element according to the above-described aspect, α and β may satisfy 2.3≤α+β<2.66.

[13] In the magnetoresistance effect element according to the above-described aspect, α and β may satisfy 2.45≤α+β<2.66.

[14] In the magnetoresistance effect element according to the above-described aspect, the non-magnetic layer may be configured to contain Ag.

[15] In the magnetoresistance effect element according to the above-described aspect, a NiAl layer containing a NiAl alloy may be configured to be provided between the first ferromagnetic layer and the non-magnetic layer and between the second ferromagnetic layer and the non-magnetic layer.

[16] In the magnetoresistance effect element according to the above-described aspect, a thickness t of the NiAl layer may be configured to be 0<t≤0.63 nm.

[17] A Heusler alloy according to a second aspect is a Heusler alloy in which a portion of elements of an alloy represented by Co₂Fe_(α)Z_(β) is substituted with a substitution element, wherein Z is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ga, Ge, and Sn, αand β satisfy 2.3≤α+β, α<β, and 0.5<α<1.9, and the substitution element is an element different from the Z element and has a smaller magnetic moment than Co.

An amount of energy required to rotate magnetization of the ferromagnetic layer can be further reduced.

BRIEF DESCRIPTION OF THE DRAWINGS

FIG. 1 is a cross-sectional view of a magnetoresistance effect element according to a first embodiment.

FIG. 2A is an example of a crystal structure of a Heusler alloy represented by a compositional formula of X₂YZ and having an L2₁ structure.

FIG. 2B is an example of a crystal structure of a Heusler alloy represented by a compositional formula of X₂YZ and having a B2 structure derived from the L2₁ structure.

FIG. 2C is an example of a crystal structure of a Heusler alloy represented by a compositional formula of X₂YZ and having an A2 structure derived from the L2₁ structure.

FIG. 3 is a cross-sectional view of a magnetoresistance effect element according to a second embodiment.

FIG. 4 is a cross-sectional view of a magnetoresistance effect element according to a third embodiment.

FIG. 5 is a cross-sectional view of a magnetic recording device according to application example 1.

FIG. 6 is a cross-sectional view of a magnetic recording element according to application example 2.

FIG. 7 is a cross-sectional view of a magnetic recording element according to application example 3.

FIG. 8 is a cross-sectional view of a spin current magnetization rotational element according to application example 4.

FIG. 9 is a cross-sectional view of a magnetic domain wall movement element according to application example 5.

FIG. 10 is a cross-sectional view of a magnetic domain wall movement element according to application example 6.

FIG. 11 is a cross-sectional view of a magnetic domain wall movement element according to application example 7.

FIG. 12 is a cross-sectional view of a magnetic domain wall movement element according to application example 8.

DETAILED DESCRIPTION OF THE INVENTION

Hereinafter, the present embodiment will be described in detail with reference to the drawings as appropriate. In the drawings used in the following description, there are cases in which characteristic portions are appropriately enlarged for convenience of illustration so that characteristics of the present embodiment can be easily understood, and dimensional proportions of respective constituent elements may be different from actual ones. Materials, dimensions, and the like illustrated in the following description are merely examples, and the present disclosure is not limited thereto and can be implemented with appropriate modifications within a range not changing the gist of the present disclosure.

First Embodiment

FIG. 1 is a cross-sectional view of the magnetoresistance effect element according to a first embodiment. FIG. 1 is a cross-sectional view of the magnetoresistance effect element 101 along a lamination direction of layers of the magnetoresistance effect element. The magnetoresistance effect element 101 includes underlayers 20, a first ferromagnetic layer 30, a first NiAl layer 40, a non-magnetic layer 50, a second NiAl layer 60, a second ferromagnetic layer 70, and a cap layer 80 on a substrate 10. The non-magnetic layer 50 is positioned between the first ferromagnetic layer 30 and the second ferromagnetic layer 70. The first NiAl layer 40 is positioned between the first ferromagnetic layer 30 and the non-magnetic layer 50. The second NiAl layer 60 is positioned between the non-magnetic layer 50 and the second ferromagnetic layer 70.

(Substrate)

The substrate 10 is a portion serving as a base of the magnetoresistance effect element 101. It is preferable to use a highly flat material for the substrate 10. The substrate 10 may include, for example, a metal oxide single crystal, a silicon single crystal, a silicon single crystal with a thermal oxide film, a sapphire single crystal, a ceramic, quartz, and glass. A material contained in the substrate 10 is not particularly limited as long as it is a material having an appropriate mechanical strength and is suitable for heat treatment and microfabrication. As the metal oxide single crystal, a MgO single crystal may be exemplified. An epitaxial growth film can be easily formed on a substrate containing a MgO single crystal using, for example, a sputtering method. A magnetoresistance effect element using the epitaxial growth film exhibits large magnetoresistance characteristics. Types of the substrate 10 differ depending on intended products. When a product is a magnetic random access memory (MRAM), the substrate 10 may be, for example, a Si substrate having a circuit structure. When a product is a magnetic head, the substrate 10 may be, for example, an AlTiC substrate that is easy to process.

(Underlayer)

The underlayers 20 are positioned between the substrate 10 and the first ferromagnetic layer 30. The underlayers 20 may include, for example, a first underlayer 21, a second underlayer 22, and a third underlayer 23 in order from a position near the substrate 10.

The first underlayer 21 is a buffer layer which alleviates a difference between a lattice constant of the substrate 10 and a lattice constant of the second underlayer 22. A material of the first underlayer 21 may be either a conductive material or an insulating material. The material of the first underlayer 21 also differs depending on a material of the substrate 10 and a material of the second underlayer 22, but may be, for example, a compound having a (001)-oriented NaCl structure. The compound having a NaCl structure may be, for example, a nitride containing at least one element selected from the group consisting of Ti, Zr, Nb, V, Hf, Ta, Mo, W, B, Al, and Ce, or an oxide containing at least one element selected from the group consisting of Mg, Al, and Ce.

The material of the first underlayer 21 may also be, for example, a (002)-oriented perovskite-based conductive oxide represented by a compositional formula of ABO₃. The perovskite-based conductive oxide may be, for example, an oxide containing at least one element selected from the group consisting of Sr, Ce, Dy, La, K, Ca, Na, Pb, and Ba as the site A and containing at least one element selected from the group consisting of Ti, V, Cr, Mn, Fe, Co, Ni, Ga, Nb, Mo, Ru, Ir, Ta, Ce, and Pb as the site B.

The second underlayer 22 is a seed layer that enhances crystalline properties of an upper layer laminated on the second underlayer 22. The second underlayer 22 may contain, for example, at least one selected from the group consisting of MgO, TiN, and NiTa alloys. The second underlayer 22 may be, for example, an alloy containing Co and Fe. The alloy containing Co and Fe may be, for example, Co—Fe or Co—Fe—B.

The third underlayer 23 is a buffer layer which alleviates a difference between a lattice constant of the second underlayer 22 and a lattice constant of the first ferromagnetic layer 30. The third underlayer 23 may contain, for example, a metal element when it is used as an electrode for causing a detection current to flow therethrough. The metal element may be, for example, at least one selected from the group consisting of Ag, Au, Cu, Cr, V, Al, W, and Pt. The third underlayer 23 may be a layer containing any one of a metal, an alloy, an intermetallic compound, a metal boride, a metal carbide, a metal silicide, and a metal phosphide which have a function of generating a spin current due to a spin Hall effect when a current flows therethrough. Further, the third underlayer 23 may be a layer having, for example, a (001)-oriented tetragonal crystal structure or a cubic crystal structure and containing at least one element selected from the group consisting of Al, Cr, Fe, Co, Rh, Pd, Ag, Ir, Pt, Au, Mo, and W. The third underlayer 23 may be an alloy of these metal elements or a laminate of materials consisting of two or more types of these metal elements. The alloy of metal elements may include, for example, a cubic crystal based AgZn alloy, AgMg alloy, CoAl alloy, FeAl alloy, and NiAl alloy.

The underlayers 20 function as buffer layers which alleviate a difference in lattice constants between the substrate 10 and the first ferromagnetic layer 30 and enhance crystalline properties of an upper layer formed on the underlayers 20. The first underlayer 21, the second underlayer 22, and third underlayer 23 may be omitted. That is, the underlayers 20 may be omitted or may be one layer or two layers. Also, among the first underlayer 21, the second underlayer 22, and the third underlayer 23, there may be layers formed of the same material. Also, the underlayers 20 are not limited to the three layers and may be four or more.

(First Ferromagnetic Layer and Second Ferromagnetic Layer)

The first ferromagnetic layer 30 and the second ferromagnetic layer 70 are magnetic materials. The first ferromagnetic layer 30 and the second ferromagnetic layer 70 each have magnetization. The magnetoresistance effect element 101 outputs a change in a relative angle between magnetization of the first ferromagnetic layer 30 and magnetization of the second ferromagnetic layer 70 as a change in a resistance value.

Magnetization of the second ferromagnetic layer 70 is easier to move than magnetization of the first ferromagnetic layer 30. When a predetermined external force is applied, a magnetization direction of the first ferromagnetic layer 30 does not change (is fixed) while a magnetization direction of the second ferromagnetic layer 70 changes. When the magnetization direction of the second ferromagnetic layer 70 changes with respect to the magnetization direction of the first ferromagnetic layer 30, a resistance value of the magnetoresistance effect element 101 changes. In this case, the first ferromagnetic layer 30 may be called a magnetization fixed layer, and the second ferromagnetic layer 70 may be called a magnetization free layer. Hereinafter, a case in which the first ferromagnetic layer 30 is the magnetization fixed layer and the second ferromagnetic layer 70 is the magnetization free layer will be described as an example, but this relationship may be reversed.

A difference in ease of movement between the magnetization of the first ferromagnetic layer 30 and the magnetization of the second ferromagnetic layer 70 when a predetermined external force is applied is caused by a difference in coercivity between the first ferromagnetic layer 30 and the second ferromagnetic layer 70. For example, when a thickness of the second ferromagnetic layer 70 is made smaller than a thickness of the first ferromagnetic layer 30, a coercivity of the second ferromagnetic layer 70 becomes smaller than a coercivity of the first ferromagnetic layer 30. Also, for example, an antiferromagnetic layer may be provided on a surface of the first ferromagnetic layer 30 on a side opposite to the non-magnetic layer 50 with a spacer layer interposed therebetween. The first ferromagnetic layer 30, the spacer layer, and the antiferromagnetic layer form a synthetic antiferromagnetic structure (SAF structure). The synthetic antiferromagnetic structure is formed of two magnetic layers sandwiching a spacer layer therebetween. When the first ferromagnetic layer 30 and the antiferromagnetic layer are antiferromagnetically coupled, a coercivity of the first ferromagnetic layer 30 becomes larger than that in a case without the antiferromagnetic layer. The antiferromagnetic layer may be, for example, IrMn, PtMn, or the like. The spacer layer may contain, for example, at least one selected from the group consisting of Ru, Ir, and Rh.

The first ferromagnetic layer 30 may contain, for example, a metal selected from the group consisting of Cr, Mn, Co, Fe, and Ni, an alloy containing one or more of these metals, or an alloy containing these metals and at least one element of B, C, and N. The first ferromagnetic layer 30 is preferably Co—Fe or Co—Fe—B, for example. The first ferromagnetic layer 30 may be the same Heusler alloy as the second ferromagnetic layer 70 to be described below.

The second ferromagnetic layer 70 is a Heusler alloy. A Heusler alloy is a half metal in which electrons passing through the non-magnetic layer 50 have only up or down spins and which ideally exhibits a spin polarization of 100%.

A ferromagnetic Heusler alloy represented by X₂YZ is called a full Heusler alloy and is a typical intermetallic compound based on a bcc structure. The ferromagnetic Heusler alloy represented by X₂YZ has a crystal structure of any one of an L2₁ structure, a B2 structure, and an A2 structure. Compounds represented by the compositional formula X₂YZ have properties of becoming increasingly crystalline in the order of L2₁ structure>B2 structure>A2 structure.

FIGS. 2A-2C illustrate examples of crystal structures of a Heusler alloy represented by the compositional formula of X₂YZ, in which FIG. 2A is a crystal of a Heusler alloy having an L2₁ structure, FIG. 2B is a B2 structure derived from the L2₁ structure, and FIG. 2C is an A2 structure derived from the L2₁ structure. In the L2₁ structure, an element entering the X site, an element entering the Y site, and an element entering the Z site are fixed. In the B2 structure, an element entering the Y site and an element entering the Z site are mixed, and an element entering the X site is fixed. In the A2 structure, an element entering the X site, an element entering the Y site, and an element entering the Z site are mixed.

In the Heusler alloy according to the present embodiment, α and β satisfy 2.3≤α+β. α is the number of Fe elements when the number of Co elements is 2 in a state before substitution, and β is the number of Z elements when the number of Co elements is 2 in a state before substitution. In a state after substitution, for example, α is the number of Fe elements when the numbers of Co elements and substitution elements to be described below are 2, and β is the number of Z elements to be described below when the numbers of Co elements and substitution elements to be described below are 2. The Heusler alloy according to the present embodiment is out of a stoichiometric composition (α+β=2) of the Heusler alloy represented by X₂YZ illustrated in FIG. 2A. For α+β, it is preferable that 2.3≤α+β<2.66, and particularly preferable that 2.45<α+β<2.66.

In the Heusler alloy according to the present embodiment, α and β satisfy a relationship of α<β. There are cases in which the Fe element is substituted with an element of the X element site. The substitution of the Fe element for the X element site is called antisite. The antisite causes a variation in a Fermi level of the Heusler alloy. When the Fermi level varies, half-metal characteristics of the Heusler alloy deteriorate, and a spin polarization thereof decreases. The decrease in spin polarization causes a decrease in a magnetoresistance (MR) ratio of the magnetoresistance effect element 101. For α and β, it is preferable that α<β<2×α, and particularly preferable that α<β<1.5×α. When β does not become too large with respect to α, disturbances in a crystal structure of the Heusler alloy can be suppressed, and a decrease in the MR ratio of the magnetoresistance effect element 101 can be suppressed.

Also, in the Heusler alloy according to the present embodiment, α satisfies a relationship of 0.5<α<1.9. In order to suppress the antisite, for α, it is preferable that 0.8<α<1.33, and particularly preferable that 0.9<α<1.2.

Also, in the Heusler alloy according to the present embodiment, some elements of an alloy represented by Co₂Fe_(α)Z_(β) are substituted with a substitution element. The Z element is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ga, Ge, and Sn. The substitution element is substituted with any one of the Co element, the Fe element, and the Z element. The substitution element is mainly substituted with the Co element.

The substitution element is an element different from the Z element and has a smaller magnetic moment than Co. The substitution element may be, for example, one or more elements selected from the group consisting of Ni, Cu, Zn, Ru, Rh, Pd, Ag, Cd, Ir, Pt, and Au. Even when these elements are substituted with the Co element, a crystal structure thereof is easily maintained. Also, the substitution element is preferably one or more elements selected from the group consisting of Cu, Ag, and Au. A smaller magnitude of magnetic moment of a magnetic material per atom, which is obtained according to Hund's rule, corresponds to a smaller number of outermost shell valence electrons. When a portion of the Co element is substituted with one or more elements selected from the group consisting of Cu, Ag, and Au, the number of outermost shell valence electrons can be decreased and a saturation magnetization can be made small. When a saturation magnetization of a magnetic material is small, the magnetization is easily reversed.

The Heusler alloy according to the present embodiment may be represented by, for example, the following general expression (1). (Co_(1-a)X1_(a))₂(Fe_(1-b)Y1_(b))_(α)Z_(β)  (1)

In expression (1), X1 is a substitution element, and Y1 is one or more second substitution elements selected from the group consisting of elements having a smaller magnetic moment than Fe. a and b satisfy 0<a<0.5 and b≥0. In general expression (1), α is the number of elements of the Y site (Fe elements or the second substitution elements) when the number of elements of the X site (Co elements or the substitution elements) is 2, and β is the number of Z elements when the number of elements of the X site is 2.

The second substitution element may be the same as or different from the substitution element. The second substitution element is preferably one or more elements selected from the group consisting of elements having a melting point higher than that of Fe among elements of Groups 4 to 10 in the periodic table. When the Fe element is substituted with an element having a melting point higher than that of the Fe element, a melting point of the Heusler alloy can be increased. When a melting point of the Heusler alloy increases, element diffusion from the Heusler alloy into other layers can be suppressed, and a decrease in the MR ratio of the magnetoresistance effect element 101 can be suppressed.

Also, the Heusler alloy according to the present embodiment may be represented by, for example, the following general expression (2). (Co_(i-a)X1_(a))₂Fe_(α)Z_(β)  (2)

In expression (2), X1 is a substitution element. a satisfies 0<a<0.5. In general expression (1), α is the number of elements of the Y site (Fe elements or the second substitution elements) when the number of elements of the X site (Co elements or the substitution elements) is 2, and β is the number of Z elements when the number of elements of the X site is 2. General expression (2) is one in which the Fe element in general expression (1) is not substituted and corresponds to a case in which b =0 in general expression (1).

Also, the Heusler alloy according to the present embodiment may be represented by, for example, the following general expression (3). (Co_(1-a)X1_(a))₂(Fe_(1-b)Y1_(b))_(α)(Ga_(1-c)Z1_(c))_(β)  (3)

In expression (3), X1 is a substitution element, Y1 is a second substitution element, and Z1 is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ge, and Sn. General expression (3) satisfies 0<a<0.5, b≥0, and 0.1≤β(1-c). General expression (3) corresponds to a case in which a portion of the Z element in general expression (1) is Ga.

Ga has a low melting point and performs ordering of the crystal structure of the Heusler alloy even at a low temperature. When the number of elements of the X site (Co elements or the substitution elements) is 2, if Ga is contained in an amount of 0.1 or more, the Heusler alloy is easily ordered even at a low temperature. In the Heusler alloy of general expression (3), element diffusion of constituent elements thereof into other layers can be suppressed, and a decrease in the MR ratio of the magnetoresistance effect element 101 can be suppressed. Also, an abundance ratio of the Ga element is preferably smaller than an abundance ratio of the Z1 element. That is, it is preferable that c>0.5 be satisfied. When too much Ga is contained in the Heusler alloy, a melting point of the Heusler alloy is lowered, and the Ga diffuses into other layers.

Also, the Heusler alloy according to the present embodiment may be represented by, for example, the following general expression (4). (Co_(1-a)X1_(a))₂(Fe_(1-b)Y1_(b))_(α)(Ge_(1-d)Z2_(d))_(β)  (4)

In expression (4), X1 is a substitution element, Y1 is a second substitution element, and Z2 is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ga, and Sn. General expression (4) satisfies 0<a<0.5, b≥0, and 0.1≤β(1-d).

Ge is a semiconductor element and has an effect of increasing resistivity of the Heusler alloy. When the Heusler alloy contains Ge, a Resistance Area product (RA) of the magnetoresistance effect element increases. For example, a magnetic domain wall movement element to be described below or the like is required to have a large RA. The Ge element is preferably contained in an amount of 0.1 or more when the number of elements of X site (Co elements or the substitution elements) is 2. An abundance ratio of the Ge element is preferably higher than an abundance ratio of the Z2 element. That is, it is preferable that d<0.5 be satisfied. On the other hand, when the abundance ratio of the Ge element is too large, resistivity of the Heusler alloy increases and becomes a parasitic resistance component of the magnetoresistance effect element 101. For β(1-d), it is more preferable that 0.63<β(1-d)<1.26, and particularly preferable that 0.84<β(1-d)<1.26.

Also, in general expression (4) described above, the Z2 element may be Ga. In this case, general expression (4) is represented by the following general expression (5). (Co_(1-a)X1_(a))₂(Fe_(1-b)Y1_(b))_(α)(Ge_(1-d)Ga_(d))_(β)  (5)

In expression (5), X1 is a substitution element, and Y1 is a second substitution element. General expression (5) satisfies 0<a<0.5, b≥0, 0.1≤β(1-d), and 0.1≤βd

The Heusler alloy of general expression (5) contains Ga and Ge as the Z element. In the Heusler alloy of general expression (5), characteristics as a half metal are enhanced due to a synergistic effect of Ga and Ge, and thus a spin polarization thereof is improved. The magnetoresistance effect element 101 using the Heusler alloy of general expression (5) is further increased in the MR ratio and the RA due to the above-described synergistic effect of Ga and Ge.

In general expression (5), an abundance ratio of the Ge element is preferably higher than an abundance ratio of the Ga element. Also, it is more preferable that general expression (5) satisfy 0.63<β(1-d)<1.26 and particularly preferable that it satisfy 0.84<β(1-d)<1.26.

Also, in general expression (4) described above, the Z2 element may be Ga and Mn. In this case, general expression (4) is represented by the following general expression (6). (Co_(1-a)X1_(a))₂(Fe_(1-b)Y1_(b))_(α)(Ge_(1-d)Ga_(e)Mn_(f))_(β)  (6)

In expression (5), X1 is a substitution element and Y1 is a second substitution element. General expression (6) satisfies 0<a<0.5, b≥0, e+f=d>0, 0.1≤β(1-d), 0.1≤βe, and 0.1≤βf.

Mn has an effect of increasing the MR ratio of the magnetoresistance effect element 101 when it coexists with Ga and Ge. Even when the Mn element is substituted with an element of the X element site, half metal characteristics are not easily deteriorated. In general expression (6), an abundance ratio of the Mn element is preferably higher than an abundance ratio of the Ge element. Also, an abundance ratio of the Ga element is preferably higher than an abundance ratio of the Ge element. Specifically, it is preferable that β(1-d) satisfy 0.4<β(1-d)<0.6, βe satisfy 0.2<βe<0.4, and βf satisfy 0.38<βf<0.76. When the Heusler alloy contains Ga, Ge, and Mn, effects due to the respective elements are exhibited, and thereby the MR ratio of the magnetoresistance effect element 101 is further increased.

In the Heusler alloy according to the present embodiment, an amount of energy required to rotate magnetization can be reduced. Although the reason why an amount of energy required for magnetization rotation is reduced is not clear, it is considered that an amount of energy required for magnetization rotation is reduced by overlap of a plurality of factors below.

A first factor is that a composition of the Heusler alloy is out of the stoichiometric composition of α+β=2, and is 2.3≤α+β. Thereby, density of states of minority spins in the Fermi energy decreases, and a damping constant becomes small. A damping constant is a physical quantity originating from a spin-orbit interaction. The damping constant is also called a magnetic friction coefficient or a magnetic relaxation coefficient, and when the damping constant is small, magnetization is easily moved (easily rotated) due to an external force such as a spin transfer torque.

A second factor is that a portion of the elements of the alloy is substituted with a substitution element having a smaller magnetic moment than Co. When it is substituted with a substitution element having the smaller magnetic moment than Co, magnetic anisotropy energy becomes smaller than that of the substance before the substitution. When the magnetic anisotropy energy of the Heusler alloy becomes small, magnetization is easily reversed.

A composition of the Heusler alloy can be measured by an X-ray fluorescence (XRF) method, an inductively coupled plasma (ICP) emission spectroscopy method, an energy dispersive X-ray spectroscopy (EDS) method, a secondary ion mass spectrometry (SIMS) method, an Auger electron spectroscopy (AES) method, or the like.

A crystal structure of the Heusler alloy can be measured by an X-ray diffraction (XRD) method, a reflection high-energy electron diffraction (RHEED) method, or the like. For example, in a case of the XRD, when the Heusler alloy has the L2₁ structure, peaks of (200) and (111) are shown, but when the Heusler alloy has the B2 structure, a (200) peak is shown but a (111) peak is not shown. For example, in a case of RHEED, when the Heusler alloy has the L2₁ structure, streaks of (200) and (111) are shown, but when the Heusler alloy has the B2 structure, a (200) streak is shown, but a (111) streak is not shown.

Identification of a site of the substitution element can be measured using an X-ray absorption spectroscopy (XAS) method, an X-ray magnetic circular dichroism (XMCD), a nuclear magnetic resonance (NMR) method, or the like. For example, in a case of the XAS, it suffices to observe an absorption end of Co or Fe.

The composition, the crystal structure, and the site identification may be analyzed during (in-situ) or after fabrication of the magnetoresistance effect element 101, or may be analyzed using one in which only the Heusler alloy is formed on a base material. In a case of the latter, it is preferable that a base material formed of a material that does not contain elements contained in the Heusler alloy be selected and a film thickness of the Heusler alloy be set to about 2 nm to 50 nm although it depends on resolution of analytical instruments.

(First NiAl Layer and Second NiAl Layer)

The first NiAl layer 40 and the second NiAl layer 60 are layers containing a NiAl alloy. The first NiAl layer 40 is a buffer layer that alleviates lattice mismatching between the first ferromagnetic layer 30 and the non-magnetic layer 50. The second NiAl layer 60 is a buffer layer that alleviates lattice mismatching between the non-magnetic layer 50 and the second ferromagnetic layer 70.

The first NiAl layer 40 and the second NiAl layer 60 each may have a thickness t of, for example, 0<t≤0.63 nm. When the thickness t is too large, there is a likelihood of spin scattering occurring in electrons moving from the first ferromagnetic layer 30 (the second ferromagnetic layer 70) to the second ferromagnetic layer 70 (the first ferromagnetic layer 30). When the thickness t is within the above-described range, spin scattering in the moving electrons is suppressed, lattice mismatching between the first ferromagnetic layer 30 and the non-magnetic layer 50 is reduced, and lattice mismatching between the non-magnetic layer 50 and the second ferromagnetic layer 70 is reduced. When the lattice mismatching between the layers is reduced, the MR ratio of the magnetoresistance effect element 101 is improved.

(Non-Magnetic Layer)

The non-magnetic layer 50 is made of a non-magnetic metal. A material of the non-magnetic layer 50 may be, for example, Cu, Au, Ag, Al, Cr, or the like. The non-magnetic layer 50 preferably contains one or more elements selected from the group consisting of Cu, Au, Ag, Al, and Cr as the main constituent element. The “main constituent element” indicates that a proportion occupied by Cu, Au, Ag, Al, and Cr is 50% or more in the compositional formula. The non-magnetic layer 50 preferably contains Ag, and preferably contains Ag as the main constituent element. Since Ag has a long spin diffusion length, the MR ratio of the magnetoresistance effect element 101 using Ag is further increased.

The non-magnetic layer 50 may have a thickness in a range of, for example, 1 nm or more and 10 nm or less. The non-magnetic layer 50 hinders magnetic coupling between the first ferromagnetic layer 30 and the second ferromagnetic layer 70.

Also, the non-magnetic layer 50 may be an insulator or a semiconductor. The non-magnetic insulator may be, for example, a material such as Al₂O₃, SiO₂, MgO, MgAl₂O₄, or a material in which a portion of Al, Si, and Mg of the materials described above is substituted with Zn, Be, or the like. These materials have a large band gap and are excellent in insulating properties. When the non-magnetic layer 50 is formed of a non-magnetic insulator, the non-magnetic layer 50 is a tunnel barrier layer. The non-magnetic semiconductor may be, for example, Si, Ge, CuInSe₂, CuGaSe₂, Cu(In, Ga)Se₂, or the like.

(Cap Layer)

The cap layer 80 is positioned on a side of the magnetoresistance effect element 101 opposite to the substrate 10. The cap layer 80 is provided to protect the second ferromagnetic layer 70. The cap layer 80 suppresses diffusion of atoms from the second ferromagnetic layer 70. Also, the cap layer 80 also contributes to crystal orientations of each layer of the magnetoresistance effect element 101. When the cap layer 80 is provided, magnetizations of the first ferromagnetic layer 30 and the second ferromagnetic layer 70 are stabilized, and the MR ratio of the magnetoresistance effect element 101 can be improved.

The cap layer 80 preferably contains a material having high conductivity so that it can be used as an electrode for causing a detection current to flow therethrough. The cap layer 80 may contain, for example, one or more metal elements of Ru, Ag, Al, Cu, Au, Cr, Mo, Pt, W, Ta, Pd, and Ir, alloys of these metal elements, or a laminate of materials consisting of two or more types of these metal elements.

Next, a method of manufacturing the magnetoresistance effect element 101 according to the present embodiment will be described. The magnetoresistance effect element 101 can be obtained by laminating, for example, the underlayers 20 (the first underlayer 21, the second underlayer 22, and the third underlayer 23), the first ferromagnetic layer 30, the first NiAl layer 40, the non-magnetic layer 50, the second NiAl layer 60, the second ferromagnetic layer 70, and the cap layer 80 on the substrate 10 in this order. As a method for film formation of each layer, for example, a sputtering method, a vapor deposition method, a laser ablation method, or a molecular beam epitaxy (MBE) method can be used.

Also, the substrate 10 may be annealed after forming the underlayers 20 or after laminating the second ferromagnetic layer 70. The annealing enhances crystalline properties of each layer.

The laminate formed of the first ferromagnetic layer 30, the non-magnetic layer 50, and the second ferromagnetic layer 70 constituting the magnetoresistance effect element 101 has a columnar shape. The laminate can be formed in various shapes such as a circle, a square, a triangle, a polygon, and the like in a plan view, and can be manufactured by a known method such as photolithography or ion beam etching.

As described above, the magnetoresistance effect element 101 according to the present embodiment uses the above-described Heusler alloy for at least one of the first ferromagnetic layer 30 and the second ferromagnetic layer 70. Magnetization of the above-described Heusler alloy is easily reversed, and thus a current density during operation of the magnetoresistance effect element 101 can be reduced.

Second Embodiment

FIG. 3 is a cross-sectional view of a magnetoresistance effect element according to a second embodiment. A magnetoresistance effect element 102 is different from the magnetoresistance effect element 101 illustrated in FIG. 1 in that the first NiAl layer 40 and the second NiAl layer 60 are not provided. In FIG. 3 , constituents the same as those in FIG. 1 will be denoted by the same references, and description thereof will be omitted.

In the magnetoresistance effect element 102 of the second embodiment, at least one of a first ferromagnetic layer 30 and a second ferromagnetic layer 70 is the Heusler alloy described above. The magnetoresistance effect element 102 of the second embodiment achieves the same effects as in the magnetoresistance effect element 101 of the first embodiment. Also, the magnetoresistance effect element 102 of the second embodiment does not include a first NiAl layer and a second NiAl layer, and the first ferromagnetic layer 30, a non-magnetic layer 50, and the second ferromagnetic layer 70 are in direct contact with each other. A magnetoresistance effect is caused by a change in relative angle between magnetization directions of the two ferromagnetic layers sandwiching the non-magnetic layer therebetween. The MR ratio is improved by directly sandwiching the non-magnetic layer 50 between the first ferromagnetic layer 30 and the second ferromagnetic layer 70. Also, layers exhibiting the magnetoresistance effect are three layers of the first ferromagnetic layer 30, the second ferromagnetic layer 70, and the non-magnetic layer 50, and thus a total thickness of the magnetoresistance effect element 102 is reduced. When a thickness of one magnetoresistance effect element 102 is reduced, a large number of elements can be provided in a same region, and the element is suitable for high recording density. Also, since steps of forming the first NiAl layer 40 and the second NiAl layer 60 are not required, a manufacturing process is simplified.

Third Embodiment

FIG. 4 is a cross-sectional view of a magnetoresistance effect element according to a third embodiment. A magnetoresistance effect element 103 is different from the magnetoresistance effect element 101 illustrated in FIG. 1 in that underlayers 20 include a fourth underlayer 24. Therefore, in FIG. 4 , constituents the same as those in FIG. 1 will be denoted by the same references, and description thereof will be omitted.

The fourth underlayer 24 is disposed between a third underlayer 23 and a first ferromagnetic layer 30. The fourth underlayer 24 functions as a seed layer that enhances crystalline properties of the first ferromagnetic layer 30 laminated on the underlayers 20. The fourth underlayer 24 may be, for example, an alloy containing Co and Fe. When the first ferromagnetic layer 30 is a Heusler alloy, magnetization stability in the vicinity of a laminated interface is low. On the other hand, the alloy containing Co and Fe has high magnetization stability and has high lattice matching with the Heusler alloy forming the first ferromagnetic layer 30. In the magnetoresistance effect element 103 in which the alloy containing Co and Fe is used for the fourth underlayer 24, since magnetization of the Heusler alloy forming the first ferromagnetic layer 30 is further stabilized, the MR ratio is improved also at room temperature. The alloy containing Co and Fe may be, for example, Co—Fe or Co—Fe—B.

Although embodiments of the present disclosure have been described in detail with reference to the drawings, configurations, combinations thereof, or the like in the respective embodiments are examples, and additions, omissions, substitutions, and other changes to the configurations can be made within a scope not departing from the gist of the present disclosure.

The magnetoresistance effect elements 101, 102, and 103 according to the respective embodiments can be used for various applications. The magnetoresistance effect elements 101, 102, and 103 according to the respective embodiments can be applied to, for example, a magnetic head, a magnetic sensor, a magnetic memory, a high-frequency filter, or the like.

Next, application examples of the magnetoresistance effect element according to the present embodiment will be described. Further, in the following application examples, the magnetoresistance effect element 101 of the first embodiment is used as the magnetoresistance effect element, but the magnetoresistance effect element is not limited thereto. For example, in the following application examples, the same effects can be obtained also when, for example, the magnetoresistance effect element 102 of the second embodiment and the magnetoresistance effect element 103 of the third embodiment are used.

FIG. 5 is a cross-sectional view of a magnetic recording device according to application example 1. FIG. 5 is a cross-sectional view of the magnetoresistance effect element 101 along the lamination direction of the layers of the magnetoresistance effect element.

As illustrated in FIG. 5 , a magnetic recording device 201 includes a magnetic head 210 and a magnetic recording medium W. In FIG. 5 , one direction in which the magnetic recording medium W extends is referred to as an X direction, and a direction perpendicular to the X direction is referred to as a Y direction. An XY plane is parallel to a main surface of the magnetic recording medium W. A direction connecting the magnetic recording medium W and the magnetic head 210 and perpendicular to the XY plane is referred to as a Z direction.

The magnetic head 210 has an air bearing surface (air bearing surface, medium facing surface) S facing a surface of the magnetic recording medium W. The magnetic head 210 moves in directions of arrow +X and arrow −X along the surface of the magnetic recording medium W at a position separated by a fixed distance from the magnetic recording medium W. The magnetic head 210 includes the magnetoresistance effect element 101 that acts as a magnetic sensor, and a magnetic recording unit (not illustrated). A resistance measuring device 220 is connected to the first ferromagnetic layer 30 and the second ferromagnetic layer 70 of the magnetoresistance effect element 101.

The magnetic recording unit applies a magnetic field to a recording layer W1 of the magnetic recording medium W and determines a magnetization direction of the recording layer W1. That is, the magnetic recording unit performs magnetic recording on the magnetic recording medium W. The magnetoresistance effect element 101 reads information of the magnetization of the recording layer W1 written by the magnetic recording unit.

The magnetic recording medium W includes the recording layer W1 and a backing layer W2. The recording layer W1 is a portion which performs magnetic recording, and the backing layer W2 is a magnetic path (magnetic flux passage) which recirculates a writing magnetic flux to the magnetic head 210 again. The recording layer W1 records magnetic information as a magnetization direction.

The second ferromagnetic layer 70 of the magnetoresistance effect element 101 is a magnetization free layer. Therefore, the second ferromagnetic layer 70 exposed on the air bearing surface S is affected by magnetization recorded in the facing recording layer W1 of the magnetic recording medium W. For example, in FIG. 5 , a magnetization direction of the second ferromagnetic layer 70 is oriented in a +z direction by being affected by magnetization of the recording layer W1 oriented in the +z direction. In this case, magnetization directions of the first ferromagnetic layer 30 which is a magnetization fixed layer and the second ferromagnetic layer 70 are parallel to each other.

The second ferromagnetic layer 70 of the magnetic head 210 is the Heusler alloy described above, and an amount of energy required for magnetization reversal is small. Therefore, the magnetic head 210 can read the magnetization recorded in the recording layer W1 with high sensitivity.

Here, resistance when magnetization directions of the first ferromagnetic layer 30 and the second ferromagnetic layer 70 are parallel is different from resistance when magnetization directions of the first ferromagnetic layer 30 and the second ferromagnetic layer 70 are antiparallel. Therefore, information on the magnetization of the recording layer W1 can be read as a change in resistance value by measuring resistances of the first ferromagnetic layer 30 and the second ferromagnetic layer 70 using the resistance measuring device 220.

A shape of the magnetoresistance effect element 101 of the magnetic head 210 is not particularly limited. For example, in order to avoid an influence of a leakage magnetic field of the magnetic recording medium W with respect to the first ferromagnetic layer 30 of the magnetoresistance effect element 101, the first ferromagnetic layer 30 may be installed at a position away from the magnetic recording medium W.

FIG. 6 is a cross-sectional view of a magnetic recording element according to application example 2. FIG. 6 is a cross-sectional view of the magnetoresistance effect element 101 along the lamination direction of the layers of the magnetoresistance effect element.

As illustrated in FIG. 6 , a magnetic recording element 202 includes the magnetoresistance effect element 101, a power supply 230 and a measurement unit 240 which are connected to the first ferromagnetic layer 30 and the second ferromagnetic layer 70 of the magnetoresistance effect element 101. When the third underlayer 23 of the underlayers 20 has conductivity, the power supply 230 and the measurement unit 240 may be connected to the third underlayer 23 instead of the first ferromagnetic layer 30. Also, when the cap layer 80 has conductivity, the power supply 230 and the measurement unit 240 may be connected to the cap layer 80 instead of the second ferromagnetic layer 70. The power supply 230 applies a potential difference to the magnetoresistance effect element 101 in the lamination direction. The measurement unit 240 measures a resistance value of the magnetoresistance effect element 101 in the lamination direction.

When a potential difference is generated between the first ferromagnetic layer 30 and the second ferromagnetic layer 70 by the power supply 230, a current flows in the lamination direction of the magnetoresistance effect element 101. The current is spin-polarized during passing through the first ferromagnetic layer 30 and becomes a spin-polarized current. The spin-polarized current reaches the second ferromagnetic layer 70 via the non-magnetic layer 50. Magnetization of the second ferromagnetic layer 70 receives a spin transfer torque (STT) due to the spin-polarized current, and the magnetization is reversed. The second ferromagnetic layer 70 is the Heusler alloy described above, and the magnetization is reversed with a small amount of energy. When a relative angle between a magnetization direction of the first ferromagnetic layer 30 and a magnetization direction of the second ferromagnetic layer 70 changes, a resistance value of the magnetoresistance effect element 101 in the lamination direction changes. The resistance value of the magnetoresistance effect element 101 in the lamination direction is read by the measurement unit 240. That is, the magnetic recording element 202 illustrated in FIG. 6 is a spin transfer torque (STT) type magnetic recording element.

FIG. 7 is a cross-sectional view of a magnetic recording element according to application example 3. FIG. 7 is a cross-sectional view of the magnetoresistance effect element 101 along the lamination direction of the layers of the magnetoresistance effect element.

As illustrated in FIG. 7 , a magnetic recording element 203 includes the magnetoresistance effect element 101, the power supply 230 connected to both ends of the third underlayer 23 of the magnetoresistance effect element 101, and the measurement unit 240 connected to the third underlayer 23 and the second ferromagnetic layer 70. The third underlayer 23 is a layer containing any one of a metal, an alloy, an intermetallic compound, a metal boride, a metal carbide, a metal silicide, and a metal phosphide which have a function of generating a spin current due to a spin Hall effect when a current flows therethrough. The third underlayer 23 may be, for example, a layer containing a non-magnetic metal having an atomic number of 39 or higher having d electrons or f electrons in the outermost shell. Also, when the cap layer 80 has conductivity, the measurement unit 240 may be connected to the cap layer 80 instead of the second ferromagnetic layer 70. The power supply 230 is connected to a first end and a second end of the third underlayer 23. The power supply 230 applies a potential difference in an in-plane direction between one end portion (the first end) of the third underlayer 23 and an end portion (the second end) thereof on a side opposite to the first end. The measurement unit 240 measures a resistance value of the magnetoresistance effect element 101 in the lamination direction. In the magnetoresistance effect element 101 illustrated in FIG. 7 , the first ferromagnetic layer 30 is a magnetization free layer and the second ferromagnetic layer 70 is a magnetization fixed layer.

When a potential difference is generated between the first end and the second end of the third underlayer 23 by the power supply 230, a current flows along the third underlayer 23. When a current flows along the third underlayer 23, a spin Hall effect occurs due to a spin-orbit interaction. The spin Hall effect is a phenomenon in which moving spins are bent in a direction perpendicular to a direction in which a current flows. The spin Hall effect produces uneven distribution of spins in the third underlayer 23 and induces a spin current in a thickness direction of the third underlayer 23. The spins are injected into the first ferromagnetic layer 30 from the third underlayer 23 by the spin current.

The spins injected into the first ferromagnetic layer 30 impart a spin-orbit torque (SOT) to magnetization of the first ferromagnetic layer 30. The first ferromagnetic layer 30 receives the spin-orbit torque (SOT), and the magnetization is reversed. The first ferromagnetic layer 30 is the Heusler alloy described above, and the magnetization is reversed with a small amount of energy. When a magnetization direction of the first ferromagnetic layer 30 and a magnetization direction of the second ferromagnetic layer 70 change, a resistance value of the magnetoresistance effect element 101 in the lamination direction changes. The resistance value of the magnetoresistance effect element 101 in the lamination direction is read by the measurement unit 240. That is, the magnetic recording element 203 illustrated in FIG. 7 is a spin-orbit torque (SOT) type magnetic recording element.

FIG. 8 is a cross-sectional view of a spin current magnetization rotational element according to application example 4.

A spin current magnetization rotational element 300 is obtained by removing the first NiAl layer 40, the non-magnetic layer 50, the second NiAl layer 60, the second ferromagnetic layer 70, and the cap layer 80 from the magnetic recording element 203 illustrated in FIG. 7 . In the spin current magnetization rotational element 300, the first ferromagnetic layer 30 is the Heusler alloy represented by general expression (1) described above.

When a potential difference is generated between the first end and the second end of the third underlayer 23 by the power supply 230, a current flows along the third underlayer 23. When a current flows along the third underlayer 23, a spin Hall effect occurs due to a spin-orbit interaction. The spins injected from the third underlayer 23 impart a spin-orbit torque (SOT) to magnetization of the first ferromagnetic layer 30. A magnetization direction of the first ferromagnetic layer 30 changes due to the spin-orbit torque (SOT).

When a magnetization direction of the first ferromagnetic layer 30 changes, polarization of reflected light changes due to a magnetic Kerr effect. Also, when a magnetization direction of the first ferromagnetic layer 30 changes, polarization of transmitted light changes due to a magnetic Faraday effect. The spin current magnetization rotational element 300 can be used as an optical element utilizing the magnetic Kerr effect or the magnetic Faraday effect.

FIG. 9 is a cross-sectional view of a magnetic domain wall movement element (magnetic domain wall displacement type magnetic recording element) according to application example 5. A magnetic domain wall displacement type magnetic recording element 400 includes a first ferromagnetic layer 401, a second ferromagnetic layer 402, a non-magnetic layer 403, a first magnetization fixed layer 404, and a second magnetization fixed layer 405. In FIG. 9 , a direction in which the first ferromagnetic layer 401 extends is referred to as an X direction, a direction perpendicular to the X direction is referred to as a Y direction, and a direction perpendicular to an XY plane is referred to as a Z direction.

The non-magnetic layer 403 is sandwiched between the first ferromagnetic layer 401 and the second ferromagnetic layer 402 in the Z direction. The first magnetization fixed layer 404 and the second magnetization fixed layer 405 are connected to the first ferromagnetic layer 401 at a position sandwiching the second ferromagnetic layer 402 and the non-magnetic layer 403 in the X direction.

The first ferromagnetic layer 401 is a layer in which information can be magnetically recorded according to a change in internal magnetic state. The first ferromagnetic layer 401 includes a first magnetic domain 401A and a second magnetic domain 401B therein. Magnetization of the first ferromagnetic layer 401 at a position overlapping the first magnetization fixed layer 404 or the second magnetization fixed layer 405 in the Z direction is fixed in one direction. Magnetization of the first ferromagnetic layer 401 at a position overlapping the first magnetization fixed layer 404 in the Z direction is fixed, for example, in a +Z direction, and magnetization of the first ferromagnetic layer 401 at a position overlapping the second magnetization fixed layer 405 in the Z direction is fixed, for example, in a −Z direction. As a result, a magnetic domain wall DW is formed at a boundary between the first magnetic domain 401A and the second magnetic domain 401B. The first ferromagnetic layer 401 can have the magnetic domain wall DW therein. In the first ferromagnetic layer 401 illustrated in FIG. 9 , a magnetization M_(401A), of the first magnetic domain 401A is oriented in the +Z direction, and a magnetization M_(401B) of the second magnetic domain 401B is oriented in the −Z direction.

The magnetic domain wall displacement type magnetic recording element 400 can record data in a multi-valued or consecutive manner by a position of the magnetic domain wall DW of the first ferromagnetic layer 401. The data recorded in the first ferromagnetic layer 401 is read as a change in resistance value of the magnetic domain wall displacement type magnetic recording element 400 when a read current is applied.

Proportions of the first magnetic domain 401A and the second magnetic domain 401B in the first ferromagnetic layer 401 change when the magnetic domain wall DW moves. A magnetization M₄₀₂ of the second ferromagnetic layer 402 may be oriented, for example, in the same direction (parallel) as the magnetization M_(401A) of the first magnetic domain 401A, and in an opposite direction (antiparallel) to the magnetization M_(401B) of the second magnetic domain 401B. When the magnetic domain wall DW moves in the +X direction and an area of the first magnetic domain 401A in a portion overlapping the second ferromagnetic layer 402 in a plan view from the z direction increases, a resistance value of the magnetic domain wall displacement type magnetic recording element 400 decreases. In contrast, when the magnetic domain wall DW moves in the −X direction and an area of the second magnetic domain 401B in a portion overlapping the second ferromagnetic layer 402 in a plan view from the Z direction increases, a resistance value of the magnetic domain wall displacement type magnetic recording element 400 increases.

The magnetic domain wall DW moves when a write current is caused to flow in the x direction of the first ferromagnetic layer 401 or an external magnetic field is applied. For example, when a write current (for example, a current pulse) is applied to the first ferromagnetic layer 401 in the +X direction, since electrons flow in the −X direction that is opposite to a direction of the current, the magnetic domain wall DW moves in the −X direction. When a current flows from the first magnetic domain 401A toward the second magnetic domain 401B, electrons spin-polarized in the second magnetic domain 401B causes the magnetization M_(401A) of the first magnetic domain 401A to be reversed. When the magnetization M_(401A) of the first magnetic domain 401A is reversed, the magnetic domain wall DW moves in the −X direction.

As a material of the first ferromagnetic layer 401, for example, the Heusler alloy described above may be used. Magnetization of the above-described Heusler alloy is easily reversed, and the magnetic domain wall DW can be moved with a small amount of energy.

Also, it is preferable that the magnetic domain wall displacement type magnetic recording element 400 have a high MR ratio and a high RA. When the MR ratio of the magnetic domain wall displacement type magnetic recording element 400 is high, a difference between a maximum value and a minimum value of the resistance value of the magnetic domain wall displacement type magnetic recording element 400 increases, and reliability of data is improved. Also, when an RA of the magnetic domain wall displacement type magnetic recording element 400 is large, data can be recorded more in an analog manner. The first ferromagnetic layer 401 is preferably the Heusler alloy that satisfies general expression (4).

The second ferromagnetic layer 402 can use, for example, a metal selected from the group consisting of Cr, Mn, Co, Fe, and Ni, an alloy containing one or more of these metals, an alloy containing these metals and at least one element of B, C, and N, or the like. Specifically, Co—Fe, Co—Fe—B, and Ni—Fe can be exemplified. As a material of the second ferromagnetic layer 402, the Heusler alloy described above may be used.

The non-magnetic layer 403 can use a material the same as that of the non-magnetic layer 50 described above. A material the same as that of the second ferromagnetic layer 402 can be used for the first magnetization fixed layer 404 and the second magnetization fixed layer 405. The first magnetization fixed layer 404 and the second magnetization fixed layer 405 may have a SAF structure.

FIG. 10 is a perspective view of a magnetic domain wall movement element (magnetic strip device) according to application example 6.

As illustrated in FIG. 10 , a magnetic strip device 500 includes a magnetic recording medium 510, a magnetic recording head 520, and a pulse power supply 530. The magnetic recording head 520 is provided at a predetermined position above the magnetic recording medium 510. The pulse power supply 530 is connected to the magnetic recording medium 510 so that a pulse current can be applied in an in-plane direction of the magnetic recording medium 510. Further, in FIG. 10 , one direction in which the magnetic recording medium 510 extends is referred to as an X direction, a direction perpendicular to the X direction is referred to as a Y direction, and a direction perpendicular to an XY plane is referred to as a Z direction.

The magnetic recording medium 510 includes a magnetic strip 511, an underlayer 512, and a substrate 513. The underlayer 512 is laminated on the substrate 513, and the magnetic strip 511 is laminated on the underlayer 512. The magnetic strip 511 is formed in a strip shape having a length in the X direction larger than a width in the Y direction.

The magnetic strip 511 is formed of a magnetic material capable of forming a magnetic domain having a magnetization direction different from that of the other portion in a part of a longitudinal direction. The magnetic strip 511 may include, for example, a first magnetic domain 511A and a second magnetic domain 511B. A magnetization M_(511B) of the second magnetic domain 511B is oriented in a direction different from a magnetization M_(511A) of the first magnetic domain 511A. A magnetic domain wall DW is formed between the first magnetic domain 511A and the second magnetic domain 511B. The second magnetic domain 511B is generated by the magnetic recording head 520.

The magnetic strip device 500 performs data writing by changing a position of the second magnetic domain 511B of the magnetic strip 511 using a magnetic field or spin injection magnetization reversal generated by the magnetic recording head 520 while intermittently shifting and moving the magnetic domain wall DW of the magnetic strip 511 by a pulse current supplied from the pulse power supply 530. The data written in the magnetic strip device 500 can be read by utilizing a magnetoresistance change or a magneto-optical change. When the magnetoresistance change is used, a ferromagnetic layer is provided at a position facing the magnetic strip 511 with a non-magnetic layer sandwiched therebetween. The magnetoresistance change is caused by a difference in relative angle between magnetization of the ferromagnetic layer and magnetization of the magnetic strip 511.

The Heusler alloy described above can be used as a material of the magnetic strip 511. When the magnetic strip 511 is the Heusler alloy described above, an amount of energy required to move the magnetic domain wall DW can be reduced. Also, when the Heusler alloy satisfying general expression (4) is used for the magnetic strip 511, an RA of the magnetic strip device 500 can be increased.

As a material of the underlayer 512, ferrite, which is an oxide insulator, more specifically, soft ferrite is preferably used in at least a portion thereof. As the soft ferrite, Mn—Zn ferrite, Ni—Zn ferrite, Mn—Ni ferrite, Ni—Zn—Co ferrite can be used. Since the soft ferrite has a high magnetic permeability and a magnetic flux of a magnetic field generated by the magnetic recording head 520 is concentrated thereon, the soft ferrite can efficiently form the second magnetic domain 511B. A material the same as that of the substrate 10 described above can be used for the substrate 513.

FIG. 11 is a perspective view of a magnetic domain wall movement element (magnetic domain wall movement type spatial light modulator) according to application example 7.

As illustrated in FIG. 11 , a magnetic domain wall movement type spatial light modulator 600 includes a first magnetization fixed layer 610, a second magnetization fixed layer 620, and a light modulation layer 630. In FIG. 11 , one direction in which the light modulation layer 630 extends is referred to as an X direction, a direction perpendicular to the X direction is referred to as a Y direction, and a direction perpendicular to an XY plane is referred to as a Z direction.

A magnetization M₆₁₀ of the first magnetization fixed layer 610 and a magnetization M₆₂₀ of the second magnetization fixed layer 620 are oriented in different directions. For example, the magnetization M₆₁₀ of the first magnetization fixed layer 610 may be oriented in a +Z direction, and the magnetization M₆₂₀ of the second magnetization fixed layer 620 may be oriented in a −Z direction.

The light modulation layer 630 can be divided into overlapping regions 631 and 636, initial magnetic domain regions 632 and 635, and magnetic domain change regions 633 and 634.

The overlapping region 631 is a region overlapping the first magnetization fixed layer 610 in the Z direction, and the overlapping region 636 is a region overlapping the second magnetization fixed layer 620 in the Z direction. A magnetization M₆₃₁ of the overlapping region 631 is affected by a leakage magnetic field from the first magnetization fixed layer 610 and may be fixed, for example, in the +Z direction. A magnetization M₆₃₆ of the overlapping region 636 is affected by a leakage magnetic field from the second magnetization fixed layer 620 and may be fixed, for example, in the −Z direction.

The initial magnetic domain regions 632 and 635 are regions whose magnetizations are fixed in directions different from those of the overlapping regions 631 and 636 by being affected by leakage magnetic fields from the first magnetization fixed layer 610 and the second magnetization fixed layer 620. A magnetization M₆₃₂ of the initial magnetic domain region 632 is affected by a leakage magnetic field from the first magnetization fixed layer 610 and may be fixed, for example, in the −Z direction. A magnetization M₆₃₅ of the initial magnetic domain region 635 is affected by a leakage magnetic field from the second magnetization fixed layer 620 and may be fixed, for example, in the +Z direction.

The magnetic domain change regions 633 and 634 are regions in which the magnetic domain wall DW can move. A magnetization M₆₃₃ of the magnetic domain change region 633 and a magnetization M₆₃₄ of the magnetic domain change region 634 are oriented in opposite directions with the magnetic domain wall DW sandwiched therebetween. The magnetization M₆₃₃ of the magnetic domain change region 633 is affected by the initial magnetic domain region 632 and may be oriented, for example, in the −Z direction. The magnetization M₆₃₄ of the magnetic domain change region 634 is affected by a leakage magnetic field of the initial magnetic domain region 635 and may be fixed, for example, in the +Z direction. A boundary between the magnetic domain change region 633 and the magnetic domain change region 634 is the magnetic domain wall DW. The magnetic domain wall DW moves when a write current is caused to flow in the X direction of the light modulation layer 630 or an external magnetic field is applied.

The magnetic domain wall movement type spatial light modulator 600 changes a position of the magnetic domain wall DW while moving the magnetic domain wall DW intermittently. Then, a light L1 is made incident on the light modulation layer 630, and a light L2 reflected by the light modulation layer 630 is evaluated. Polarization states of the light L2 reflected by portions having different orientation directions of magnetization are different. The magnetic domain wall movement type spatial light modulator 600 can be used as a video display device utilizing a difference in polarization state of the light L2.

As a material of the light modulation layer 630, the Heusler alloy described above can be used. Thereby, the magnetic domain wall DW can be moved with a small amount of energy. Also, when the Heusler alloy satisfying general expression (4) is used for the light modulation layer 630, an RA of the magnetic domain wall movement type spatial light modulator 600 can be increased. As a result, a position of the magnetic domain wall DW can be controlled more precisely, and a video display with higher definition is possible.

The same material as the above-described first magnetization fixed layer 404 and the second magnetization fixed layer 405 can be used for the first magnetization fixed layer 610 and the second magnetization fixed layer 620.

FIG. 12 is a perspective view of a high-frequency device according to application example 8.

As illustrated in FIG. 12 , a high-frequency device 700 includes the magnetoresistance effect element 101, a direct current (DC) power supply 701, an inductor 702, a capacitor 703, an output port 704, and wirings 705 and 706.

The wiring 705 connects the magnetoresistance effect element 101 and the output port 704. The wiring 706 branches from the wiring 705 and reaches the ground G via the inductor 702 and the DC power supply 701. For the DC power supply 701, the inductor 702, and the capacitor 703, known ones can be used. The inductor 702 cuts a high-frequency component of a current and passes an invariant component of the current. The capacitor 703 passes a high-frequency component of a current and cuts an invariant component of the current. The inductor 702 is disposed at a portion in which a flow of the high-frequency current is desired to be suppressed, and the capacitor 703 is disposed at a portion in which a flow of the DC current is desired to be suppressed.

When an alternating current (AC) or an alternating magnetic field is applied to the ferromagnetic layer included in the magnetoresistance effect element 101, magnetization of the second ferromagnetic layer 70 performs precessional motion. Magnetization of the second ferromagnetic layer 70 oscillates strongly when a frequency of a high-frequency current or a high-frequency magnetic field applied to the second ferromagnetic layer 70 is near a ferromagnetic resonance frequency of the second ferromagnetic layer 70, and does not oscillate as much at a frequency away from the ferromagnetic resonance frequency of the second ferromagnetic layer 70. This phenomenon is called a ferromagnetic resonance phenomenon.

A resistance value of the magnetoresistance effect element 101 changes according to an oscillation of the magnetization of the second ferromagnetic layer 70. The DC power supply 701 applies a DC current to the magnetoresistance effect element 101. The DC current flows in the lamination direction of the magnetoresistance effect element 101. The DC current flows to the ground G through the wirings 706 and 705 and the magnetoresistance effect element 101. A potential of the magnetoresistance effect element 101 changes according to Ohm's law. A high-frequency signal is output from the output port 704 according to a change in potential (change in resistance value) of the magnetoresistance effect element 101.

The second ferromagnetic layer 70 is the Heusler alloy described above and magnetization thereof can be caused to perform precessional motion with a small amount of energy. Also, the above-described Heusler alloy has a small saturation magnetization, and a Q value of the high-frequency device 700 is improved. The Q value is an index indicating sharpness of local maximum characteristics of a high-frequency signal. As the Q value increases, a high-frequency signal with a specific frequency is oscillated.

EXAMPLES Example 1

The magnetoresistance effect element 101 illustrated in FIG. 1 was fabricated as below. A configuration of each layer was as follows.

Substrate 10: MgO single crystal substrate, thickness 0.5 mm

Underlayers 20: Layered structure of First under layer 21 and Second under layer 22 and Third under layer 23

First underlayer 21: MgO, thickness 10 nm

Second underlayer 22: CoFe, thickness 10 nm

Third underlayer 23: Ag, thickness 50 nm

First ferromagnetic layer 30: (Co_(0.9)Cu_(0.1))₂Fe_(1.03)Ga_(1.27), thickness 15 nm

First NiAl layer 40: thickness 0.21 nm

Non-magnetic layer 50: Ag, thickness 5 nm

Second NiAl layer 60: thickness 0.21 nm

Second ferromagnetic layer 70: (Co_(0.9)Cu_(0.1))₂Fe_(1.03)Ga_(1.27), thickness 5 nm

Cap layer 80: Ru layer, thickness 5 nm

The first underlayer 21 (MgO layer) was deposited by heating the substrate 10 to 500° C. and using a sputtering method. The substrate on which the first underlayer 21 was deposited was held at 500° C. for 15 minutes and then allowed to be cooled to room temperature. Next, the second underlayer 22 (CoFe layer) was deposited on the first underlayer 21 using a sputtering method. Next, the third underlayer 23 (Ag layer) was deposited on the second underlayer 22 using a sputtering method, and thereby the underlayers 20 were formed. The substrate 10 on which the underlayers 20 were deposited was annealed at 300° C. for 15 minutes and then allowed to be cooled to room temperature.

After allowing it to be cooled, the first ferromagnetic layer 30 ((Co_(0.9)Cu_(0.1))₂Fe_(1.03)Ga_(1.27)) was deposited on the underlayers 20 formed on the substrate 10. The deposition of the first ferromagnetic layer 30 was performed by a co-sputtering method using a Co—Fe—Ga alloy target and a Cu target as the targets.

The first NiAl layer 40 was deposited on the first ferromagnetic layer 30 using a sputtering method. Next, the non-magnetic layer 50 (Ag layer) was deposited on the first NiAl layer 40 using a sputtering method. Next, the second NiAl layer 60 was deposited on the non-magnetic layer 50 in the same manner as the first NiAl layer 40. Then, the second ferromagnetic layer 70 ((Co_(0.9)Cu_(0.1))₂Fe_(1.03)Ga_(1.27)) was deposited on the second NiAl layer 60 in the same manner as the first ferromagnetic layer 30. The substrate 10 on which the second ferromagnetic layer 70 was formed was annealed at 550° C. for 15 minutes, and then allowed to be cooled to room temperature.

After allowing it to be cooled, the cap layer 80 (Ru layer) was deposited on the second ferromagnetic layer 70 formed on the substrate 10 using a sputtering method. In this way, the magnetoresistance effect element 101 illustrated in FIG. 1 was fabricated.

Further, thin film compositions of the first ferromagnetic layer 30 and the second ferromagnetic layer 70 were obtained by performing an ICP emission spectroscopy for the ferromagnetic layer single film deposited on the silicon substrate, and then deposition conditions for desired thin film compositions were determined.

A current was caused to flow in the lamination direction of the fabricated magnetoresistance effect element 101, and a current density (inversion current density) required to change a magnetization direction of the second ferromagnetic layer 70 was obtained. The change in magnetization direction of the second ferromagnetic layer 70 was ascertained by monitoring a change in resistance value of the magnetoresistance effect element 101.

An MR ratio of the fabricated magnetoresistance effect element 101 was also measured. As for the MR ratio, a change in resistance value of the magnetoresistance effect element 101 was measured by monitoring a voltage applied to the magnetoresistance effect element 101 with a voltmeter while sweeping a magnetic field from the outside to the magnetoresistance effect element 101 in a state in which a constant current is caused to flow in the lamination direction of the magnetoresistance effect element 101. A resistance value when magnetization directions of the first ferromagnetic layer 30 and the second ferromagnetic layer 70 are parallel and a resistance value when magnetization directions of the first ferromagnetic layer 30 and the second ferromagnetic layer 70 are antiparallel were measured, and the MR ratio was calculated from the obtained resistance values using the following expression. Measurement of the MR ratio was performed at 300K (room temperature). MR ratio (%)=(R _(AP) −R _(P))/R _(P)×100

R_(P) is a resistance value when magnetization directions of the first ferromagnetic layer 30 and the second ferromagnetic layer 70 are parallel, and R_(AP) is a resistance value when magnetization directions of the first ferromagnetic layer 30 and the second ferromagnetic layer 70 are antiparallel.

Examples 2 to 5

Examples 2 to 5 are different from example 1 in that a substitution element that is substituted with the Co element is changed in the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In example 2, (Co_(0.9)Ru_(0.1))₂Fe_(1.03)Ga_(1.27) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In example 3, (Co_(0.9)Rh_(0.1))₂Fe_(1.03)Ga_(1.27) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In example 4, (Co_(0.9)Pd_(0.1))₂Fe_(1.03)Ga_(1.27) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In example 5, (Co_(0.9)Ag_(0.1))₂Fe_(1.03)Ga_(1.27) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70.

Examples 6 to 8

Examples 6 to 8 are different from example 1 in that a ratio of the substitution element that is substituted with the Co element is changed in the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In example 6, (Co_(0.8)Cu_(0.2))₂Fe_(1.03)Ga_(1.27) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In example 7, (Co_(0.7)Cu_(0.3))₂Fe_(1.03)Ga_(1.27) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In example 8, (Co_(0.6)Cu_(0.4))₂Fe_(1.03)Ga_(1.27) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70.

Examples 9 and 10

Examples 9 and 10 are different from example 1 in that a portion of the Fe element is substituted in the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In example 9, (Co_(0.9)Cu_(0.1))₂Fe_(0.93)Hf_(0.1)Ga_(1.27) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In example 10, (Co_(0.9)Cu_(0.1))₂Fe_(0.93)Ta_(0.1)Ga_(1.27) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70.

Examples 11 and 12

Examples 11 and 12 are different from example 1 in that a portion of the Ga element is substituted with a different element in the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In example 11, (Co_(0.9)Cu_(0.1))₂Fe_(1.03)Ga_(0.41)Ge_(0.86) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In example 12, (Co_(0.9)Cu_(0.1))₂Fe_(1.03)Ga_(0.41)Ge_(0.22)Mn_(0.64) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70.

Comparative Example 1

Comparative example 1 is different from example 1 in that the Co element is not substituted in the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In comparative example 1, Co_(2.0)Fe_(1.03)Ga_(1.27) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70.

Comparative Example 2

Comparative example 2 is different from example 1 in composition ratio of each element in the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In comparative example 2, (Co_(0.9)Cu_(0.1))₂Fe_(1.0)Ga_(1.0) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70.

Comparative Example 3

Comparative example 3 is different from example 1 in that a composition ratio of each element is changed and the Co element is not substituted in the first ferromagnetic layer 30 and the second ferromagnetic layer 70. In comparative example 3, Co_(2.0)Fe_(1.0)Ga_(1.0) was used for the first ferromagnetic layer 30 and the second ferromagnetic layer 70.

The measurement results of inversion current densities and MR ratios of examples 1 to 12 and comparative examples 1 to 3 are shown in Table 1 below. As shown in Table 1, all of the magnetoresistance effect elements of examples 1 to 12 had lower inversion current densities compared to the magnetoresistance effect elements of comparative examples 1 to 3.

TABLE 1 Inversion current MR density ratio Compositional formula (A/cm²) (%) Example 1 (Co_(0.9)Cu_(0.1))₂Fe_(1.03)Ga_(1.27) 2.5 × 10⁷ 12.3 Example 2 (Co_(0.9)Ru_(0.1))₂Fe_(1.03)Ga_(1.27) 3.3 × 10⁷ 12.8 Example 3 (Co_(0.9)Rh_(0.1))₂Fe_(1.03)Ga_(1.27) 3.6 × 10⁷ 11.7 Example 4 (Co_(0.9)Pd_(0.1))₂Fe_(1.03)Ga_(1.27) 3.4 × 10⁷ 11.5 Example 5 (Co_(0.9)Ag_(0.1))₂Fe_(1.03)Ga_(1.27) 2.4 × 10⁷ 11.9 Example 6 (Co_(0.8)Cu_(0.2))₂Fe_(1.03)Ga_(1.27) 2.0 × 10⁷ 10.9 Example 7 (Co_(0.7)Cu_(0.3))₂Fe_(1.03)Ga_(1.27) 1.6 × 10⁷ 10.6 Example 8 (Co_(0.6)Cu_(0.4))₂Fe_(1.03)Ga_(1.27) 1.1 × 10⁷ 7.9 Example 9 (Co_(0.9)Cu_(0.1))₂Fe_(0.93)Hf_(0.1)Ga_(1.27) 1.8 × 10⁷ 12.8 Example 10 (Co_(0.9)Cu_(0.1))₂Fe_(0.93)Ta_(0.1)Ga_(1.27) 2.1 × 10⁷ 13.5 Example 11 (Co_(0.9)Cu_(0.1))₂Fe_(1.03)Ga_(0.41)Ge_(0.86) 3.1 × 10⁷ 21.3 Example 12 (Co_(0.9)Cu_(0.1))₂Fe_(1.03)Ga_(0.41)Ge_(0.22)Mn_(0.64) 3.1 × 10⁷ 22.4 Comparative Co_(2.0)Fe_(1.03)Ga_(1.27) 4.2 × 10⁷ 12.3 example 1 Comparative (Co_(0.9)Cu_(0.1))₂Fe_(1.0)Ga_(1.0) 4.0 × 10⁷ 7.7 example 2 Comparative Co_(2.0)Fe_(1.0)Ga_(1.0) 5.2 × 10⁷ 8.6 example 3

EXPLANATION OF REFERENCES

-   101, 102, 103 Magnetoresistance effect element -   10 Substrate -   20 Underlayer -   21 First underlayer -   22 Second underlayer -   23 Third underlayer -   24 Fourth underlayer -   30 First ferromagnetic layer -   40 First NiAl layer -   50 Non-magnetic layer -   60 Second NiAl layer -   70 Second ferromagnetic layer -   80 Cap layer -   201 Magnetic recording device -   202, 203 Magnetic recording element -   210 Magnetic head -   220 Resistance measuring device -   230 Power supply -   240 Measurement unit -   300 Spin current magnetization rotational element -   400 Magnetic domain wall displacement type magnetic recording     element -   401 First ferromagnetic layer -   402 Second ferromagnetic layer -   403 Non-magnetic layer -   404 First magnetization fixed layer -   405 Second magnetization fixed layer -   500 Magnetic strip device -   510 Magnetic recording medium -   511 Magnetic strip -   511A First magnetic domain -   511B Second magnetic domain -   512 Underlayer -   513 Substrate -   520 Magnetic recording head -   530 Pulse power supply -   600 Magnetic domain wall movement type spatial light modulator -   610 First magnetization fixed layer -   620 Second magnetization fixed layer -   630 Light modulation layer -   631, 636 Overlapping region -   632, 635 Initial magnetic domain region -   633, 634 Magnetic domain change region -   700 High-frequency device -   701 Direct current (DC) power supply -   702 Inductor -   703 Capacitor -   704 Output port -   705, 706 Wiring -   DW Magnetic domain wall 

What is claimed is:
 1. A magnetoresistance effect element comprising: a first ferromagnetic layer; a second ferromagnetic layer; and a non-magnetic layer positioned between the first ferromagnetic layer and the second ferromagnetic layer, wherein at least one of the first ferromagnetic layer and the second ferromagnetic layer is a Heusler alloy in which a portion of elements of an alloy represented by the following general expression (1), (Co_(1-a)X1_(a))₂(Fe_(1-b)Y1_(b))_(α)Z_(β)  (1) and in expression (1), X1 is a substitution element, in which Z is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ga, Ge, and Sn, α and β satisfy 2.3≤α+β, α<β, and 0.5<α<1.9, the substitution element is an element different from the Z element and has a smaller magnetic moment than Co, Y1 is one or more second substitution elements selected from the group consisting of elements having a smaller magnetic moment than Fe, and a and b satisfy 0<a<0.5 and b≥0.
 2. The magnetoresistance effect element according to claim 1, wherein the second substitution element is one or more elements selected from the group consisting of elements having a melting point higher than that of Fe among elements of Groups 4 to
 10. 3. The magnetoresistance effect element according to claim 1, wherein the substitution element is one or more elements selected from the group consisting of Ni, Cu, Zn, Ru, Rh, Pd, Ag, Cd, Ir, Pt, and Au.
 4. The magnetoresistance effect element according to claim 1, wherein the substitution element is one or more elements selected from the group consisting of Cu, Ag, and Au.
 5. The magnetoresistance effect element according to claim 1, wherein in expression (1), Z is represented by (Ga_(1-c)Z1_(c)), in which Z1 is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ge, and Sn, and 0.1≤β(1-c) are satisfied.
 6. The magnetoresistance effect element according to claim 5, wherein c satisfies c>0.5.
 7. The magnetoresistance effect element according to claim 1, wherein in expression (1), Z is represented by (Ge_(1-d)Z2_(d)), in which Z2 is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ga, and Sn, and is satisfied.
 8. The magnetoresistance effect element according to claim 7, wherein d satisfies d<0.5.
 9. The magnetoresistance effect element according to claim 7, wherein Z2 is Ga.
 10. The magnetoresistance effect element according to claim 1, wherein α and β satisfy 2.3≤α+β<2.66.
 11. The magnetoresistance effect element according to claim 1, wherein α and β satisfy 2.45≤α+β<2.66.
 12. The magnetoresistance effect element according to claim 1, wherein the non-magnetic layer contains Ag.
 13. The magnetoresistance effect element according to claim 1, further comprising a NiAl layer containing a NiAl alloy between the first ferromagnetic layer and the non-magnetic layer and between the second ferromagnetic layer and the non-magnetic layer.
 14. The magnetoresistance effect element according to claim 13, wherein a thickness t of the NiAl layer is 0<t≤0.63 nm.
 15. A Heusler alloy in which a portion of elements of an alloy represented by the following general expression (1), (Co_(1-a)X1_(a))₂(Fe_(1-b)Y1_(b))_(α)Z_(β)  (1) and in expression (1), X1 is a substitution element, wherein Z is one or more elements selected from the group consisting of Mn, Cr, Al, Si, Ga, Ge, and Sn, α and β satisfy 2.3≤α+β, α<β, and 0.5<α<1.9, the substitution element is an element different from the Z element and has a smaller magnetic moment than Co, Y1 is one or more second substitution elements selected from the group consisting of elements having a smaller magnetic moment than Fe, and a and b satisfy 0<a<0.5 and b≥0. 